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Pinnau, René - Fachbereich Mathematik, Technische Universität Kaiserslautern
Convergent Iterative Schemes for a Non{isentropic Hydrodynamic Model for
Numerical Solvers for Radiation and Conduction in High Temperature Gas Flows
Multiple Solutions to a Semiconductor Design Problem Michael Hinze
Numerical Study of the Quantum Euler{Poisson Model Ren e Pinnau
Numerical Methods and Optimal Control for Glass Cooling Processes
A Review on the Quantum Drift Di usion Ren e Pinnau
FAST OPTIMAL DESIGN OF SEMICONDUCTOR DEVICES # MARTIN BURGER + AND REN E PINNAU #
Numerical Approximation of the Transient Quantum Drift Di usion Model
Convergent Semidiscretization of a Nonlinear Fourth Order Parabolic System
291 Wiley-Titel, die mit dem laufenden Jahrgang 2007 verfgbar sind Advanced Engineering Materials 01.01.1996 31.01.2008
Ecient numerical methods for radiation in gas turbines M. Sea d, M. Frank, A. Klar, R. Pinnau and G. Thommes
Ren e Pinnau A Scharfetter{Gummel Type Discretization of the Quantum Drift Di usion
Optimal Control of the Drift Di usion Model for Semiconductor Devices
GLOBAL NONNEGATIVE SOLUTIONS OF A NONLINEAR FOURTHORDER PARABOLIC EQUATION FOR QUANTUM
Mathematical Models and Methods in Applied Sciences c World Scienti c Publishing Company
THE STATIONARY CURRENTVOLTAGE CHARACTERISTICS OF THE QUANTUM DRIFTDIFFUSION MODEL #
A POSITIVITYPRESERVING NUMERICAL SCHEME FOR A NONLINEAR FOURTH ORDER PARABOLIC SYSTEM #
A Hierarchy of Approximations to the Radiative Heat Transfer Equations: Modelling, Analysis and Simulation
Optimal Boundary Control of Glass Cooling Processes
Newton's Method for Optimal Temperature{Tracking of Glass Cooling Processes
die Biblioth r Aktivieru
Numerical Solvers for Radiation and Conduction in High Temperature Gas Flows
A Comparison of Approximate Models for Radiation in Gas Turbines
Regularized Fixed-Point Iterations for Nonlinear Inverse Problems
Kostenstelle: Universittsbibliothek Kaiserslautern
Optimal Control of Crystallization Processes Thomas Gotz
Proceedings of the 5th International Conference on Inverse Problems in Engineering: Theory and Prac-tice, Cambridge, UK, 11-15th July 2005
Existence and Bounds for the Half Moment Entropy Approximation to Radiative Transfer
UNIFORM CONVERGENCE OF AN EXPONENTIALLY FITTED SCHEME FOR THE QUANTUM DRIFT DIFFUSION MODEL
Analysis of Optimal Boundary Control for Radiative Heat Transfer Modelled by the SP1System
The University of Kaiserslautern The University of Kaiserslautern is a modern, science and technolo-
Supported by the Research Training Program of the German Science Foundation (DFG) we announce the
& International Partnership
Computereinfuhrungskurs WS2011/12 Fachschaftsrat Mathematik
Software Engineering: Dependability Postfach 30 49 Technische Universitt Kaiserslautern 67653 Kaiserslautern
Software Engineering: Dependability Postfach 30 49 Technische Universitt Kaiserslautern 67653 Kaiserslautern
Ordnung fr die Bachelorprfung in Mathematik an der Technischen Universitt Kaiserslautern